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| & |P_k| | | & |P_k| |
| \\[10pt] | | \\[10pt] |
− | 0 & \{ 1 \} & 1 \\ | + | 0 & \{ 1 \} & 1 |
− | 1 & \{ 2 \} & 1 \\ | + | \\ |
− | 2 & \{ 3, 4 \} & 2 \\ | + | 1 & \{ 2 \} & 1 |
− | 3 & \{ 5, 6, 7, 8, 9, 16 \} & 6 \\ | + | \\ |
| + | 2 & \{ 3, 4 \} & 2 |
| + | \\ |
| + | 3 & \{ 5, 6, 7, 8, 9, 16 \} & 6 |
| + | \\ |
| 4 & \{ 10, 11, 12, 13, 14, 17, 18, 19, 23, 25, 27, 32, 49, 53, 64, 81, 128, 256, 512, 65536 \} & 20 | | 4 & \{ 10, 11, 12, 13, 14, 17, 18, 19, 23, 25, 27, 32, 49, 53, 64, 81, 128, 256, 512, 65536 \} & 20 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_3^1 | | \text{p}_3^1 |
| & = & \text{p}_{\text{p}_2^1}^1 | | & = & \text{p}_{\text{p}_2^1}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_{\text{p}_{\text{p}_1^1}^1}^1 | | & = & \text{p}_{\text{p}_{\text{p}_1^1}^1}^1 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_4^1 | | \text{p}_4^1 |
| & = & \text{p}_{\text{p}_1^2}^1 | | & = & \text{p}_{\text{p}_1^2}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_{\text{p}_1^{\text{p}_1^1}}^1 | | & = & \text{p}_{\text{p}_1^{\text{p}_1^1}}^1 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_1^3 | | \text{p}_1^3 |
| & = & \text{p}_1^{\text{p}_2^1} | | & = & \text{p}_1^{\text{p}_2^1} |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_1^{\text{p}_{\text{p}_1^1}^1} | | & = & \text{p}_1^{\text{p}_{\text{p}_1^1}^1} |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_1^4 | | \text{p}_1^4 |
| & = & \text{p}_1^{\text{p}_1^2} | | & = & \text{p}_1^{\text{p}_1^2} |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_1^{\text{p}_1^{\text{p}_1^1}} | | & = & \text{p}_1^{\text{p}_1^{\text{p}_1^1}} |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_1^1 \text{p}_3^1 | | \text{p}_1^1 \text{p}_3^1 |
| & = & \text{p}_1^1 \text{p}_{\text{p}_2^1}^1 | | & = & \text{p}_1^1 \text{p}_{\text{p}_2^1}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_1^1 \text{p}_{\text{p}_{\text{p}_1^1}^1}^1 | | & = & \text{p}_1^1 \text{p}_{\text{p}_{\text{p}_1^1}^1}^1 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_5^1 | | \text{p}_5^1 |
| & = & \text{p}_{\text{p}_3^1}^1 | | & = & \text{p}_{\text{p}_3^1}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_{\text{p}_{\text{p}_2^1}^1}^1 | | & = & \text{p}_{\text{p}_{\text{p}_2^1}^1}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_{\text{p}_{\text{p}_{\text{p}_1^1}^1}^1}^1 | | & = & \text{p}_{\text{p}_{\text{p}_{\text{p}_1^1}^1}^1}^1 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_6^1 | | \text{p}_6^1 |
| & = & \text{p}_{\text{p}_1^1 \text{p}_2^1}^1 | | & = & \text{p}_{\text{p}_1^1 \text{p}_2^1}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_{\text{p}_1^1 \text{p}_{\text{p}_1^1}^1}^1 | | & = & \text{p}_{\text{p}_1^1 \text{p}_{\text{p}_1^1}^1}^1 |
| \end{array}</math> | | \end{array}</math> |
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| \text{p}_1^1 \text{p}_4^1 | | \text{p}_1^1 \text{p}_4^1 |
| & = & \text{p}_1^1 \text{p}_{\text{p}_1^2}^1 | | & = & \text{p}_1^1 \text{p}_{\text{p}_1^2}^1 |
− | \\[10pt] | + | \\[12pt] |
| & = & \text{p}_1^1 \text{p}_{\text{p}_1^{\text{p}_1^1}}^1 | | & = & \text{p}_1^1 \text{p}_{\text{p}_1^{\text{p}_1^1}}^1 |
| \end{array}</math> | | \end{array}</math> |
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| | [[Image:Riff 19 Big.jpg|90px]] | | | [[Image:Riff 19 Big.jpg|90px]] |
| | [[Image:Rote 19 Big.jpg|65px]] | | | [[Image:Rote 19 Big.jpg|65px]] |
| + | |- |
| + | | <math>23\!</math> |
| + | | |
| + | <math>\begin{array}{lll} |
| + | \text{p}_9^1 |
| + | & = & \text{p}_{\text{p}_2^2}^1 |
| + | \\[12pt] |
| + | & = & \text{p}_{\text{p}_{\text{p}_1^1}^{\text{p}_1^1}}^1 |
| + | \end{array}</math> |
| + | | <math>\text{p}_{\text{p}_{\text{p}}^{\text{p}}}\!</math> |
| + | | [[Image:Riff 23 Big.jpg|65px]] |
| + | | [[Image:Rote 23 Big.jpg|80px]] |
| |} | | |} |
| |} | | |} |